2000
DOI: 10.1109/58.852073
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PZT thin films for microsensors and actuators: Where do we stand?

Abstract: This paper reviews deposition, integration, and device fabrication of PbZr(x)Ti(1-x)O(3) (PZT) films for applications in micro-electromechanical systems. An ultrasonic micromotor is described as an example. A summary of the published data on piezoelectric properties is given. The figures of merit for various applications are discussed. Some considerations and results on operation, reliability, and depolarization of PZT thin films are presented. The state of the art allows some preliminary conclusions.

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Cited by 347 publications
(222 citation statements)
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“…Owing to the clamping effect imposed by the substrates, the piezoelectric coefficients in doped BNBT thin films are much lower than their bulk values ͑ϳ160 pC/ N͒. However, the observed d 33,f value for BNETLace film is very much comparable to those of the lead-based counterparts ͑d 33,f = 10-110 pm/ V for typical PZT thin films 26 ͒ and one of the highest reported values for lead-free piezoelectric thin films up to this date. In addition, we believe the ferroelectric and piezoelectric properties of these BNBT-based thin films can be further enhanced through judicious control of doping level, as the MPB and optimal doping concentration in thin film forms might be slightly different from those of bulks.…”
mentioning
confidence: 88%
“…Owing to the clamping effect imposed by the substrates, the piezoelectric coefficients in doped BNBT thin films are much lower than their bulk values ͑ϳ160 pC/ N͒. However, the observed d 33,f value for BNETLace film is very much comparable to those of the lead-based counterparts ͑d 33,f = 10-110 pm/ V for typical PZT thin films 26 ͒ and one of the highest reported values for lead-free piezoelectric thin films up to this date. In addition, we believe the ferroelectric and piezoelectric properties of these BNBT-based thin films can be further enhanced through judicious control of doping level, as the MPB and optimal doping concentration in thin film forms might be slightly different from those of bulks.…”
mentioning
confidence: 88%
“…, t seq can be obtained from equation (24) as (25) Substituting equation (25) and (21) into equation (20) gives the charge sensitivity (S d ) as (26) where F is the applied force N/m at 1 g and S d is the charge sensitivity in C/g.…”
Section: Frequency Response Analysismentioning
confidence: 99%
“…Then, (19) where t p is the thickness of the piezoelectric layer. Substitution of equation (19) into (18) and solving it leads to: (20) where φ is the slope of the deflection of the beam (deformation). Based on equation (5), φ can be written as (21) and t seq is the effective thickness of the composite beam.…”
Section: Frequency Response Analysismentioning
confidence: 99%
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